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The height at which the acceleration due to gravity becomes ЁЭСФ/4 in terms of R is ______. [R = the radius of the earth]

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The height at which the acceleration due to gravity becomes `g/4` in terms of R is ______.

[R = the radius of the earth]

рд╡рд┐рдХрд▓реНрдк

  • `R/sqrt 2`

  • R

  • `sqrt 2 R`

  • 2 R

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The height at which the acceleration due to gravity becomes `g/4` in terms of R is R.

Explanation:

Given: `(g')/g = 1/4`

`1/4 = (R^2)/((R + h)^2)`

⇒ `R^2/(R + h) = 1/sqrt 4`

∴ `sqrt n R` = R + h

∴ `R (sqrt n - 1)` = h

R(2 − 1) = R = h

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